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    Searched defs:Floor (Results 1 - 6 of 6) sorted by null

  /external/libvorbis/doc/
06-floor0.tex 4 \section{Floor type 0 setup and decode} \label{vorbis:spec:floor0}
8 Vorbis floor type zero uses Line Spectral Pair (LSP, also alternately
18 \subsection{Floor 0 format}
20 Floor zero configuration consists of six integer fields and a list of
26 Configuration information for instances of floor zero decodes from the
52 coefficient values from the bitstream, and then computing the floor
81 operation above, floor decode is to return 'unused' status as if the
92 for the floor currently being decoded has a
109 [floor0_amplitude_offset] values from floor setup, and an output
111 floor output vector
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07-floor1.tex 4 \section{Floor type 1 setup and decode} \label{vorbis:spec:floor1}
8 Vorbis floor type one uses a piecewise straight-line representation to
16 \subsection{Floor 1 format}
20 Floor type one represents a spectral curve as a series of
21 line segments. Synthesis constructs a floor curve using iterative
28 full range of the spectral floor to be computed.
35 \item floor computation produces two new line segments, one running from
42 the codec setup header at floor 1 initialization time. Computation
51 For the below example, we assume a floor setup with an [n] of 128.
56 -45, 0, -25, -10, 30 and -10. We compute the floor in the followin
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  /external/llvm/include/llvm/Support/
ScaledNumber.h 196 // Get the floor of the lg of Digits.
199 // Get the actual floor.
200 int32_t Floor = Scale + LocalFloor;
202 return std::make_pair(Floor, 0);
207 return std::make_pair(Floor + Round, Round ? 1 : -1);
219 /// \brief Get the lg floor of a scaled number.
221 /// Get the floor of the lg of \c Digits*2^Scale.
559 /// Get the lg floor. lg 0 is defined to be INT32_MIN.
  /external/chromium_org/v8/src/
utils.h 158 // Floor(-0.0) == 0.0
159 inline double Floor(double x) {
163 return std::floor(x);
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  /external/llvm/lib/Target/Mips/
MipsSEISelLowering.cpp 812 uint64_t Floor = 1LL << Log2_64(C);
816 // where floor_c = pow(2, floor(log2(c))) and ceil_c = pow(2, ceil(log2(c))),
818 if (C - Floor <= Ceil - C) {
819 SDValue Op0 = genConstMult(X, Floor, DL, VT, ShiftTy, DAG);
820 SDValue Op1 = genConstMult(X, C - Floor, DL, VT, ShiftTy, DAG);
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  /external/deqp/modules/glshared/
glsBuiltinPrecisionTests.cpp     [all...]

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